2. The PageRank vector
As we have seen, according to the Perron-Frobenius theorem, rc ≥ 0. We normalize this vector so that eTrc = 1; it is, therefore, a probability vector.
We will express rc in different ways: implicit, explicit and polynomial expressions of the PageRank vector.
Note that from the iterates of the power method, it is possible to obtain rational and polynomial approximations of the vector rc. These approximations are based on the corresponding exact expressions given below, simply by choosing smaller degrees. In particular, Padé-type approximations can be constructed. On these issues, the reader can consult
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The PageRank vector